{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# ***Introduction to Radar Using Python and MATLAB***\n",
    "## Andy Harrison - Copyright (C) 2019 Artech House\n",
    "<br/>\n",
    "\n",
    "# Burn-through Range\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "For an escort type jammer, the burn-through range may be expressed as (Equation 11.20)\n",
    "\n",
    "\\begin{equation}\\label{eq:burn_escort}\n",
    "    r_b = \\left[ {JSR}_0\\, \\frac{P_t\\, G_t^2 \\,\\sigma\\, r_j^2 \\,B_j}{{ERP}\\, \\, G_r \\,4 \\,\\pi \\,B_r \\,L_r}\\right]^{1/4} \\hspace{0.5in} \\text{(m)},\n",
    "\\end{equation}\n",
    "\n",
    "and for a self-screening type jammer (Equation 11.21)\n",
    "\n",
    "\\begin{equation}\\label{eq:burn_self}\n",
    "    r_b = \\sqrt{{JSR}_0\\, \\frac{P_t\\, G_t^2 \\,\\sigma \\,B_j}{{ERP}\\, \\, G_r \\,4 \\,\\pi \\,B_r \\,L_r}} \\hspace{0.5in} \\text{(m)}\n",
    "\\end{equation}\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Begin by getting the library path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import lib_path"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the jammer effective radiated power (dBW)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "jammer_erp = [20, 40]"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Import the `linspace` routine from `scipy` for create the jammer ERP array"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "from numpy import linspace\n",
    "\n",
    "jammer_erp_vector = linspace(float(jammer_erp[0]), float(jammer_erp[1]), 1000)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the peak power (W), the antenna gain (dB), the target RCS (dBsm), the jammer bandwidth (Hz), the radar bandwidth (Hz), the losses (dB), and the required jammer to signal ratio (dB)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "peak_power = 100e3\n",
    "\n",
    "antenna_gain = 25.0\n",
    "\n",
    "target_rcs = -5.0\n",
    "\n",
    "jammer_bandwidth = 20e6\n",
    "\n",
    "radar_bandwidth = 23.5e6\n",
    "\n",
    "losses = 4.0\n",
    "\n",
    "jammer_to_signal_req = 12.0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set up the keyword args"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "kwargs = {'peak_power': peak_power,\n",
    "\n",
    "          'antenna_gain': 10 ** (antenna_gain / 10.0),\n",
    "\n",
    "          'target_rcs': 10 ** (target_rcs / 10.0),\n",
    "\n",
    "          'jammer_bandwidth': jammer_bandwidth,\n",
    "\n",
    "          'effective_radiated_power': 10 ** (jammer_erp_vector / 10),\n",
    "\n",
    "          'radar_bandwidth': radar_bandwidth,\n",
    "\n",
    "          'losses': 10 ** (losses / 10.0),\n",
    "\n",
    "          'jammer_to_signal_req': 10 ** (jammer_to_signal_req / 10.0)}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Import the `burn_through_range_selfscreen` routine from `countermeasures`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Libs.ecm.countermeasures import burn_through_range_selfscreen"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the burn-through range for the self-screening type jammer (m)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "burnthrough_range = burn_through_range_selfscreen(**kwargs)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Import the `matplotlib` routines for plotting the burn-through range for a self-screening type jammer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "from matplotlib import pyplot as plt"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display the results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Set the figure size\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 10)\n",
    "\n",
    "\n",
    "# Display the results\n",
    "\n",
    "plt.plot(jammer_erp_vector, burnthrough_range, '')\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Burn Through Range', size=14)\n",
    "\n",
    "plt.xlabel('Jammer ERP (dBW)', size=12)\n",
    "\n",
    "plt.ylabel('Burn Through Range (m)', size=12)\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the jammer range (m) and antenna gain in the direction of the jammer (dB) for an escort type jammer"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "jammer_range = 10e3\n",
    "\n",
    "antenna_gain_jammer_direction = 10.0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set up the keyword args"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "kwargs = {'peak_power': peak_power,\n",
    "\n",
    "          'antenna_gain': 10 ** (antenna_gain / 10.0),\n",
    "\n",
    "          'target_rcs': 10 ** (target_rcs / 10.0),\n",
    "\n",
    "          'jammer_range': jammer_range,\n",
    "\n",
    "          'jammer_bandwidth': jammer_bandwidth,\n",
    "\n",
    "          'effective_radiated_power': 10 ** (jammer_erp_vector / 10),\n",
    "\n",
    "          'radar_bandwidth': radar_bandwidth,\n",
    "\n",
    "          'losses': 10 ** (losses / 10.0),\n",
    "\n",
    "          'antenna_gain_jammer_direction': 10 ** (antenna_gain_jammer_direction / 10.0),\n",
    "\n",
    "          'jammer_to_signal_req': 10 ** (jammer_to_signal_req / 10.0)}"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Import the `burn_through_range_escort` routine from `countermeasures`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Libs.ecm.countermeasures import burn_through_range_escort"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the burn-through range for an escort type jammer (m)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "burnthrough_range = burn_through_range_escort(**kwargs)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display the results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Set the figure size\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 10)\n",
    "\n",
    "plt.plot(jammer_erp_vector, burnthrough_range, '')\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Burn Through Range', size=14)\n",
    "\n",
    "plt.xlabel('Jammer ERP (dBW)', size=12)\n",
    "\n",
    "plt.ylabel('Burn Through Range (m)', size=12)\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
